Carantoc said...
So would it be possible (and valid) to put a hull in a channel of water, accelerate the water flow and measure the force required to hold the hull in the same place?
Yep, that's called a towing tank. But the water is stationary and the boat is towed down the tank. Using the principle of Froude-scaling, this can be done with smaller models at lower speeds ie 10m/s in a 100m long tank with a 1m long model.
Carantoc said...
Would this replicate sailing and would a graph of the force vs water flow therefore be exponential tending toward somewhere around 50 knots ?
Yes this would replicate the water flow of full-scale sailing. At very high speeds, the drag is made up of the following components: frictional (water sliding over hull), spray-making and induced drag (a drag that occurs because you are creating lift). As speed increases, the resistance will increase roughly as a square ie R~V^2. So not quite exponential, but getting steep. There is no terminal speed, simply a speed where cavitation becomes a problem, this is around 50 knots in seawater at sea level.
Boats, windsurfers and kiteboarders all have weight that is must be supported by the water. At 50 knots this is predominantly done by dynamic (planing) forces as opposed to static (buoyancy) forces. Creating this lift comes with a penalty in the form of drag because some part of the vessel is moving thru the water. Hovercraft avoid this using a cushion of air to support their weight.
Without some form of centreboard/keel/fin/board edge, a vessel will not move across the wind, it will be pushed directly downwind. It is important to move across the wind to generate apparent wind. So we also need a fin in the water, and this is vulnerable to cavitation.